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African Population Studies
Union for African Population Studies
ISSN: 0850-5780
Vol. 12, Num. 2, 1997
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African Population Studies/Etude de la Population Africaine, Vol. 12,
No. 2, September/septembre 1997
The Determinants
of Birth Intervals Among Non-Contracepting
Tanzanian Women
Akim
J. MTURI
Department
of Statistics and Demography, National
University of Lesotho, Roma
Code Number: ep97011
ABSTRACT
This
paper deals with the determinants of birth intervals in Tanzania, placing emphasis
on the effects of the duration of breastfeeding, postpartum amenorrhoea and
postpartum abstinence. The analysis is based on the 1991/1992 Tanzania Demographic
and Health Survey data. The major determinant of birth intervals in Tanzania
is the duration of breastfeeding: the fertility-inhibiting effect of breastfeeding
is significant even after controlling for postpartum amenorrhoea and abstinence.
It was also noted that the death of the index child creates some additional
effects (to those of breastfeeding) on shortening birth intervals. Women who
gave birth when they are aged 30 years or more, who reside in urban areas, those
in polygamous marriages, those who had a preceding birth interval of at least
three years, those working in the modern sector and those whose index child
is a boy have longer birth intervals than other women. Furthermore, women residing
in West Lake regions have shorter birth intervals, whereas women residing in
Southern regions have longer birth intervals than women residing in other regions.
RÉSUMÉ
Ce
papier traite des déterminants des intervalles entre les naissances en
Tanzanie, en mettant laccent sur les effets de la durée de lallaitement
au sein, laménorrhée après les couches et labstinence
après laccouchement. Lanalyse se fonde sur les données de lenquête
démographique et de santé de 1991-1992. Le principal déterminant
des intervalles entre les naissances en Tanzanie est lallaitement au sein.
Leffet dinhibition de la fécondité quexerce lallaitement au
sein est significatif même si laménorrhée et labstinence
après laccouchement sont contrôlées. Il a également
été découvert que la mort de lenfant indice (index child)
crée des effets additionnels (à ceux de lallaitement au sein)
sur la réduction des intervalles entre les naissances. Les femmes qui
mettent un enfant au monde à lâge de 30 ans ou plus, qui vivent
dans les zones urbaines, celles qui sont dans des ménages polygames,
celles qui ont eu un intervalle précédent dau moins trois ans
entre les naissances, celles qui sont dans le secteur moderne et celles dont
lenfant indice est un garçon ont un intervalle entre les naissances
plus long que les autres femmes. En outre, les femmes qui vivent dans les régions
de louest du lac ont un intervalle entre les naissances plus court tandis que
celles qui vivent dans les régions sud ont des intervalles entre les
naissances plus longs que les femmes vivant dans dautres régions.
INTRODUCTION
High
fertility levels are of major concern to planners and policy makers in most
countries in the developing world. Tanzania is no exception. The analysis of
birth intervals is of interest in this context since it can provide further
insights into the mechanisms underlying fertility change (Njogu and Martin,
1991). Prolonging the intervals between births reduces the number of children
a woman can have during her childbearing period (assuming that the age at marriage
and the age at which women cease childbearing do not change). Also, short birth
intervals raise infant and child mortality ( Hobcraft et al., 1983; Mturi
and Curtis, 1995), and this, in turn, can raise the number of births for a woman
since infant and child mortality is positively related to fertility in most
societies (Preston, 1978).
It
is against this background that the Tanzanian government, through the National
Population Policy, aims at discouraging pregnancies at intervals of less than
two years apart (Planning Commission, 1992). This paper examines the factors
associated with birth intervals in Tanzania using the 1991/1992 Tanzania Demographic
and Health Survey (TDHS) data. Emphasis is placed on the effect of breastfeeding,
postpartum amenorrhoea and postpartum abstinence. The paper suggests possible
measures to be considered for prolonging the length of birth intervals.
METHODS
AND MATERIALS
The
analysis presented in this paper uses data collected in the Tanzania Demographic
and Health Survey conducted between October, 1991 and March, 1992. Details of
the reproductive history of each woman were collected using the individual womens
questionnaire, together with background information. However, some information
(for example, that concerning breastfeeding, amenorrhea and abstinence) was
only collected for births since January 1st, 1986, so it is not possible
to include children born before this date in the analysis. Moreover, in order
to avoid the problem of the displacement of births from 1986 to 1985 observed
in this data set (Mturi, 1996), this analysis includes only intervals which
begin with a birth on or after January 1st, 1987. Since breastfeeding
cannot take place before the first birth and postpartum abstinence from sexual
intercourse is, by definition, only practised after a birth, the interval between
marriage and the first birth has been excluded from the analysis.
The
period of interest in this study is that between the date of the birth marking
the start of the interval and either the date of the next conception, or the
interview date (if no conception occurred before then). If the interval is terminated
by a conception, it is termed a closed interval, otherwise it is termed an open
interval. In order to avoid any selection bias, open as well as closed intervals
are included in the analysis. However, including these intervals will result
in pregnancy rates that are biased downwards, because a pregnancy may not be
recognized or reported until four or five months after conception (Trussell
et al., 1985). In other words, women may have been pregnant at the time
of the survey but not been aware of the fact, and hence, not reported to the
interviewer. Their birth intervals will be misclassified as open, when they
are really closed. The method used to avoid this problem is to artificially
backdate the interview date to nine months before the actual interview date.
This study is, therefore, confined to a window of about 4 years: the period
from January 1st, 1987 to nine months prior to the interview date.
A total of 6,687 intervals were identified. However, we could not include contraceptive
use in the analysis because of a lack of data on exactly when contraception
was used. It was necessary, therefore, to eliminate children born to women who
have ever used contraception. The final sample (applicable to the population
of non-contraceptors) has 4,860 intervals: 2,902 were open and 1,958 were closed.
Since
many intervals (all the open intervals) are censored, a hazards model is used
for the analysis. There are several types of hazards model available (Kalbfleisch
and Prentice, 1980). A Cox proportional hazards model is used here. This choice
is supported by the fact that the effect of the majority of covariates on the
hazards of conception is proportional for the whole duration since the index
birth. Trussell et al. (1985) provide a brief discussion of the application
of hazards models to the analysis of birth intervals. The statistical package
EGRET (Statistics and Epidemiology Research Corporation, 1990) was used for
the analysis.
Covariates
It
has been established that breastfeeding has an influence on fertility by lengthening
the period of postpartum infecundability (Bongaarts and Potter, 1983) and through
its effect on postpartum abstinence (van de Walle and van de Walle, 1993). It
has been noted also that the contraceptive effect of breastfeeding is beyond
amenorrhea and abstinence. Guz and Hobcraft (1991) have found that a woman who
has stopped breastfeeding is more likely to be pregnant once ovulation returns
compared with a woman still breastfeeding, due to the reduction of fecundability
for breastfeeding women.
Breastfeeding,
postpartum amenorrhea and postpartum abstinence are therefore covariates of
which their effect on birth intervals change with time. A time-varying structure
of eight categories was therefore formed from these three covariates. Women
move between the status categories when they finish their periods of abstinence,
or breastfeeding, or cease to be amenorrheic. For instance, a woman will move
from status 0 to status 2 if she ceases to be amenorrheic whilst still abstaining
and breastfeeding, and then from status 2 to status 6 if she resumes sexual
intercourse while still breastfeeding. In all cases, a woman starts a birth
interval in status 0 and finishes it in status 7, unless the survey date arrives
before she reaches status 7. Figure 1 summarizes all possible paths which can
be taken by a woman in any interval.
The
preliminary analysis showed that only status 6 (breastfeeding only) and status
7 have effects which were significantly different from status 0 (breastfeeding,
amenorrheic and abstaining). Therefore statuses 0 to 5 were amalgamated, so
that the total number of categories became three: abstaining and/or amenorrheic,
breastfeeding only, and none. A woman changes from status 0 to 6 if she stops
abstaining or ceases to be amenorrheic while still breastfeeding and finally
from status 6 to 7 when she stops breastfeeding. The status of women who stop
breastfeeding before amenorrhea and/or abstinence changes directly from 0 to
7 at the point when they cease to be both amenorrheic and abstaining.
One
of the reasons why a woman might stop breastfeeding relatively soon after the
birth of the index child is if that child dies. It is known that the death of
an infant reduces the length of the subsequent birth interval. Clearly, one
possible reason for this is that the duration of breastfeeding is reduced. In
order to see whether this is the sole reason, we subdivided status 7 (neither
breastfeeding, nor amenorrheic, nor abstaining) into two, depending on whether
the index child was alive or not. As a result, a time varying structure of four
categories was finally used. For convenience, the codes were changed to 3 for
women either abstaining or amenorrheic, 2 for women only breastfeeding, 1 for
women neither abstaining nor amenorrheic nor breastfeeding with the index child
dead, and 0 for women neither abstaining nor amenorrheic with the index child
alive.
The
fixed covariates used in the analysis, along with their categories, are summarized
in Table 1. The administrative regions of Tanzania have been grouped into six
geographical zones as follows: Northern (Arusha and Kilimanjaro), Coastal (Dar
es Salaam, Coast, Tanga and all regions in Zanzibar), Central (Dodoma, Shinyanga,
Singida and Tabora), Southern (Lindi, Morogoro, Mtwara and Ruvuma), West Lake
(Kagera, Mwanza and Mara), and Southern Highlands and Western (Iringa, Kigoma,
Mbeya and Rukwa). Rural or urban residence is also included as a covariate,
since fertility is known to be higher in rural areas than in urban areas (Cohen,
1993). This implies that birth intervals should be shorter for rural women compared
with their urban counterparts.
Table 1. Fixed covariates used in analysis
Covariate
|
Number of Intervals |
N |
% |
Zone of residence
Central
Coastal
Northern
Southern
West Lake
Southern Highlands and Western |
1096
701
264
761
1015
1023 |
22.6
14.4
5.4
15.7
20.9
21.0 |
Type of place of resident
Rural
Urban |
4337
523 |
89.2
10.8 |
Maternal education
No schooling
Lower primary
Upper primary
Secondary and above |
2126
650
2000
84 |
43.7
13.4
41.2
1.7 |
Partners education
No schooling
Lower primary
Upper primary
Secondary and above
No partner |
1398
867
1985
223
269 |
28.8
17.8
40.8
4.6
5.5 |
Religion
Moslem
Catholic
Protestant
None |
1412
1475
1018
926 |
29.1
30.3
20.9
19.1 |
Type of marriage
Monogamous
Polygamous
Not married/not stated |
2966
1159
735 |
61.0
23.8
15.1 |
Maternal age of index child
<20
20-29
30-34
35+ |
959
2486
680
735 |
19.7
51.2
14.0
15.1 |
Sex of the index child
Male
Female |
2422
2438 |
49.8
50.2 |
Birth order of the index child
1
2
3-4
5-6
7+ |
1121
856
1121
849
913 |
23.1
17.6
23.1
17.5
18.8 |
Preceding birth interval
<24 months
24-35 months
36+ months
None |
882
1405
1452
1121 |
18.1
28.9
29.9
23.1 |
Occupation of the woman
Farmer
Manual work
Office work
Unemployed |
2894
578
38
1350 |
59.5
11.9
0.8
27.8 |
Total |
4860 |
100.0 |
Mothers
education and occupation, and partners education were considered as proxy
covariates for the socioeconomic status of the household. Usually, women working
in the
modern sector, highly educated women and/or women with highly educated partners
have a high income, better health status, better
nutrition and better living standards than less well-educated women. All these
factors may influence fertility (Cochrane, 1979). The two education covariates
have the following categories: no schooling, lower primary, upper primary,
and
secondary and above. Occupation depends on how a woman considered her position.
Women are classified as unemployed if they said they were just housewives
or claimed to be unemployed. Otherwise, a woman is classified as a farmer
or other manual worker or an office worker depending on the occupation
she stated.
Other
social covariates included in the analysis are religion and type of marriage.
It has been shown that Tanzanian women in monogamous marriages have higher
fertility
than those in polygamous marriages (Mturi and Hinde, 1994). It will be interesting,
therefore, to find out if there is a significant difference in the length of
birth intervals according to the type of marriage. Also, it has been argued
that women belonging to different religious groups may have different actual
fertility performances (Bulatao and Lee, 1983): this may be a result of different
birth interval lengths.
The
sex of the index child (the child whose birth marks the beginning of the interval)
is a potential factor determining the birth interval length (Trussell et
al., 1985) and is included in this analysis. The length of the preceding
birth interval is known to influence the succeeding intervals. That is, long
preceding birth intervals are associated with long succeeding birth intervals
(Trussell et al., 1985). In this study, preceding birth intervals are
grouped into four categories: no preceding birth, less than 24 months, 24-35
months, and 36 months and above. Finally, the mothers age at the birth of the
index child and the order of the index child are hypothesized to be associated
with birth interval lengths. These two factors have potentially different effects
on birth intervals but, in practice, they are highly correlated (particularly
in societies with high fertility and the near universal and early marriage of
women). Therefore, it is important to explore both in the analysis, although
it is expected that only one will appear in the final model. Four categories
of maternal age were created (<20 years, 20-29, 30-34 and 35 above) and
birth order is classified into five categories (1, 2, 3-4, 5-6 and 7 and above).
RESULTS
In
a proportional hazards model, the covariates are assumed to act multiplicatively
on the baseline hazard and the effect is constant over time. Table 2 gives the
relative risks along with their corresponding 95 per cent confidence intervals
for a parsimonious model containing the covariates which were significant at
the 5 per cent level.
To
understand the effect of breastfeeding, abstinence and amenorrhea on the hazard
of conceiving, we define the reference category to consist of women who are
neither breastfeeding, nor abstaining, nor amenorrheic and whose index child
is still alive. Compared with women in the reference category, the risk of conception
is 73 per cent lower for women who are abstaining and/or amenorrheic (whether
or not they are breastfeeding), and 53 per cent lower for women who are breastfeeding,
but neither amenorrheic nor abstaining. In other words, breastfeeding alone
reduces the risk of getting pregnant by more than half. These results suggest
that the fertility-inhibiting effect of breastfeeding is still high even after
controlling for postpartum amenorrhea and postpartum abstinence.
Table
2: Estimated relative risks and 95 per cent confidence interval for parsimonious
hazards models
Covariate
|
Relative
Risk
|
95%
confidence interval
|
Time-varying
structure
Amenorrhea/abstinence
Breastfeeding
None
and child dead
None
and child alive
|
0.27*
0.47*
2.28*
1.00
|
0.232-0.323
0.413-0.532
1.936-2.694
-
|
Type
of place of residence
Rural
Urban
|
1.00
0.82*
|
-
0.698-0.972
|
Zone
of residence
Central
Coastal
Northern
Southern
West
Lake
Southern
Highlands and Western
|
1.00
0.99
1.05
0.75*
1.19*
1.07
|
-
0.840-1.157
0.839-1.325
0.642-0.883
1.042-1.347
0.929-1.227
|
Occupation
of the woman
Farmer
Manual
work
Office
work
Unemployed
|
1.00
0.93
0.44*
0.95
|
-
0.796-1.087
0.226-0.850
0.853-1.066
|
Type
of marriage
Monogamous
Polygamous
Not
married/not stated
|
1.00
0.87*
0.62*
|
-
0.781-0.966
0.540-0.723
|
Maternal
age at birth of index child
<20
20-29
30-34
35+
|
0.94
1.00
0.77*
0.51*
|
0.815-1.074
-
0.676-0.888
0.439-0.597
|
Preceding
birth interval
<24
months
24-35
months
36+
months
None
|
0.90
1.00
0.82*
0.99
|
0.792-1.028
-
0.729-0.929
0.854-1.140
|
Sex
of the index child
Male
Female
|
1.00
1.12*
|
-
1.021-1.221
|
Source : 1991/92 Tanzanian Demographic and Health Survey (TDHS).
Note :
*Significant at the 0.05 level.
Women
who ceased breastfeeding and child died have 128 per cent higher risk of conception
than women who ceased breastfeeding and child is alive. It might be pointed
out that the children of women who do not breastfeed at all (or for a very short
duration) are more likely to die, a finding which disturbs the implied causality
in the argument here. We know from our data, however, that 98 per cent of Tanzanian
women breastfeed their children for sometime, and well over 90 per cent breastfeed
for at least 12 months (provided that the child survives for that period of
time). This suggests that it is the death of a child, rather than a womans
voluntary decision not to breastfeed, which is usually the first event in the
chain of events leading to short birth intervals. Therefore, the death of a
child has an independent effect on the risk of getting pregnant.
The
risk of conception is 18 per cent lower for women residing in urban areas compared
with their rural counterparts. Zone of residence also has a significant effect
on birth interval lengths. Whereas women residing in the Southern zone have
a lower risk of conception, women residing in the West Lake zone have a higher
risk of conception than women residing in the Central zone. Women residing in
the Northern, Coastal, Southern Highlands and Western zones do not have a significantly
different risk of conception than women in the Central zone. These results support
the findings on regional fertility differentials which suggest that West Lake
regions have higher fertility and Southern regions have lower fertility than
most of the other regions (Mturi and Hinde, 1995).
Maternal
age is found to have a significant effect on birth interval lengths. The risk
of conception is 23 per cent lower if a womans age at the birth of the index
child is between 30 and 34 years than it is if a womans age is between age
20 and 29 years, and it becomes 49 per cent lower if a womans age at the birth
of the index child is 35 years or over. The risk of conception is not statistically
different for women who started an interval while aged under 20 years compared
with those who started while aged 20-29 years. These results are not surprising:
they merely confirm that fecundity of a woman declines after the age of 30 years.
The
risk of conception for women in polygamous marriages is 13 per cent lower than
women in monogamous marriages. This suggests that overall, women in monogamous
marriages have shorter intervals than women in polygamous marriages. This is
to be expected since women in polygamous marriages are likely to have a reduced
frequency of intercourse compared with women in monogamous marriages. Also,
women in polygamous marriages are more likely to adhere to other traditional
customs and values (that tend to prolong intervals between births) which are
not controlled in this analysis (such as other types of abstinence).
Women
working in the modern sector have 56 per cent lower risk of conception than
farmers. But, women reported to be unemployed or with manual jobs do not have
a statistically different risk of conception compared with farmers. Although
this finding is expected, it should be interpreted with caution because the
number of cases for women working in the modern sector is very small. The analysis
has shown that the highest level of education for both the mother and her partner
has weak effects on birth interval lengths. This implies that Tanzanian women
have minimal difference in child-spacing practices according to their or their
partners level of education. It should be noted, however, that highly educated
women or women with highly educated partners are more likely to use contraception
and hence be excluded from our sample.
As
expected, women with preceding birth intervals of 36 months or above have 18
per cent lower risk of conception than women with preceding intervals of 24
to 35 months. Furthermore, intervals which begin with a girl are more likely
to be shorter than intervals which begin with a boy. Finally, both birth order
of the index child and religion of the mother do not have a significant effect
on birth intervals among Tanzanian women included in the sample.
CONCLUDING
REMARKS
This
analysis of the durations from birth to the next conception has shown that breastfeeding
is one of the major determinants of birth interval lengths in Tanzania. The
fertility-inhibiting effect of breastfeeding is significant even after amenorrhea
ceases and after resuming sexual relations. The results further suggest that
mothers whose index child has died have shorter birth intervals than mothers
whose index child is alive. Maternal age, occupation, and type of marriage of
the mother as well as of the child and previous birth intervals have been found
to affect the length of birth intervals. Women who give birth at ages 30 or
over, who are in polygamous marriages, and who work in the modern sector have
been found to have longer birth intervals than other women. Furthermore, women
with previous intervals of at least three years and those with intervals which
begin with a boy have longer birth intervals than other women. It has been found
also that the place where a woman resides influences the length of intervals
between her births. As expected, women residing in urban areas have longer birth
intervals than their rural counterparts. Furthermore, women residing in Southern
regions have longer birth intervals, whereas those residing in West Lake have
shorter birth intervals than women residing in other parts of the country.
The
analysis has also demonstrated that any policy aimed at lengthening birth intervals
in Tanzania should encourage breastfeeding. Currently, the median duration of
breastfeeding in Tanzania is about 22 months. Unfortunately, we could not include
contraceptive use in the analysis, because of a lack of data on exactly when
contraception was used. However, this is not likely to change the results for
traditional child spacing practices very much since Tanzania has a very low
contraceptive prevalence. A similar study has included all women (whether they
have been contracepting or not) and found results which are very similar to
those found in this study (Mturi, 1996).
It
is clear from these results that a reduction in the typical duration of breastfeeding
in Tanzania will, other things remaining equal, lead to shorter birth intervals.
If such a reduction should occur, it will mean that the task of achieving a
decline in fertility is made more difficult, since a portion of the increased
contraceptive prevalence rates which are a goal of the Tanzania Family Planning
Policy will simply be compensating for the reduction in breastfeeding, rather
than contributing to a reduction in fertility. It should be noted, however,
that the birth intervals are fairly long in Tanzania. According to the 1991/92
TDHS, the median number of months since previous birth for second order births
and above was 33.3 months.
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Copyright 1997 - Union for African Population
Studies.
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